Incoming Grade 7 Math Assignment
Incoming Grade 7 Math Assignment
Incoming Grade 7 Math Assignment
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
CTB/McGraw-Hill<br />
<strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment<br />
Test ID: 87365<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
Test Directions<br />
General Offline Instructions:<br />
Today you will take the Acuity Assessment. Read each question carefully and decide which<br />
answer is correct. Using your scan sheet, fill in the bubble that contains the letter for the answer<br />
you choose.<br />
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Section 1<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
1. Look at this number line.<br />
Which table of values represents the letters on the number line?<br />
A C<br />
B D<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
2. Look at this coordinate grid.<br />
Which point has the coordinates ( –2, –3)?<br />
A point A<br />
B point B<br />
C point C<br />
D point D<br />
3. Look at this expression.<br />
What is the value of the expression?<br />
A<br />
B<br />
C<br />
D<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
4.<br />
Kylie made liter of lemonade in a pitcher. She drank liter of the lemonade. What fraction of lemonade<br />
from the pitcher did she drink?<br />
A<br />
B<br />
C<br />
D<br />
5.<br />
A cookie recipe requires cup of flour and cup of butter to make one batch of cookies. Wendy has 2<br />
cups of flour and<br />
cup of butter. How many whole batches of cookies can she make?<br />
A 1<br />
B 2<br />
C 3<br />
D 4<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
6. Look at the rectangular prism.<br />
The surface area of the rectangular prism can be found using the expression 6x 3 + 4x 2 + 12x. If the value<br />
of x is 3, what is the surface area, in square centimeters, of the prism?<br />
A 38<br />
B 198<br />
C 234<br />
D 398<br />
7. The figure below is a rectangle with the dimensions given.<br />
If a = .75 and b = .50, what is the perimeter of the rectangle?<br />
A 7 inches<br />
B 14 inches<br />
C 22.50 inches<br />
D 24 inches<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
8. Look at this expression.<br />
a 2 + b 3<br />
If a = and b = , what is the value of the expression?<br />
A<br />
B<br />
C<br />
D<br />
9. Which statement is true for the numbers 8 and –8?<br />
A The absolute value of –8 is equal to the absolute value of 8.<br />
B The absolute value of –8 is less than the absolute value of 8.<br />
C The absolute value of 8 is greater than the absolute value of –8.<br />
D The absolute value of –8 is greater than the absolute value of 8.<br />
10. Last year the highest temperature in a city was recorded as 23°C, and the lowest temperature was recorded<br />
as –10°C.<br />
How many degrees warmer was the highest temperature than the lowest temperature?<br />
A 10°C<br />
B 13°C<br />
C 23°C<br />
D 33°C<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
11. Aldrin measured the outdoor temperature. The thermometer read less than –15ºC. Which statement<br />
describes the outdoor temperature?<br />
A The outdoor temperature is 15 degrees below zero.<br />
B The outdoor temperature is 15 degrees above zero.<br />
C The outdoor temperature is colder than 15 degrees below zero.<br />
D The outdoor temperature is warmer than 15 degrees below zero.<br />
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Section 2<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
12. Alex planted a rectangular garden 72 inches by 108 inches in his yard. What is the area, in square feet, of<br />
the garden that Alex planted?<br />
1 foot = 12 inches<br />
A 30<br />
B 54<br />
C 360<br />
D 648<br />
13. The ratio of cups of honey to cups of oats for Dave's trail mix recipe is 3:7. Which ratio table correctly<br />
shows the amount of honey to oats?<br />
A C<br />
B D<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
14. The ratio of the number of cans to the number of bottles Lisa took to the recycling center is 4:5. Which<br />
statement describes the relationship above?<br />
A For every 4 bottles Lisa took to the recycling center, she took 5 cans.<br />
B For every 4 cans Lisa took to the recycling center, she took 5 more bottles.<br />
C For every 4 cans Lisa took to the recycling center, she took 5 bottles.<br />
D For every 4 bottles Lisa took to the recycling center, she took 5 more cans.<br />
15. A city auditorium can seat 600 people. A musical group gave two performances at the auditorium. At the<br />
first performance, people sat in 80% of the seats. At the second performance, people sat in 91% of the<br />
seats. What was the total number of people for both performances?<br />
A 480<br />
B 546<br />
C 926<br />
D 1,026<br />
16. A fruit stand sells bananas by the pound. The sign at the fruit stand states "2 pounds for $5.00."<br />
Sam said, "The ratio of the number of dollars to the number of pounds is 5:2. The cost of the bananas is<br />
$2.50 per pound."<br />
Maria said, "The ratio of the number of pounds to the number of dollars is 2:5. That is 0.40 pounds per<br />
dollar."<br />
Which student(s) made a correct statement?<br />
A Sam only<br />
B Maria only<br />
C Sam and Maria<br />
D Neither Sam nor Maria<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
17. A store is having a sale on liquid soap and sponges. The cost of 6 bottles of soap is $9.12. The cost of 4<br />
sponges is $5.00. What is the total cost of buying 2 bottles of liquid soap and 3 sponges?<br />
A $2.83<br />
B $6.79<br />
C $7.06<br />
D $14.12<br />
18. Ellen has 60 feet of craft wire. She plans to cut it into pieces that are each 3 meters long. What is the<br />
greatest number of 3-meter pieces Ellen can cut?<br />
1 meter = 3.28 feet<br />
A 3<br />
B 6<br />
C 20<br />
D 180<br />
19. A school replaced 20% of its computers with new ones. What is the total number of computers in the<br />
school if 55 computers were replaced?<br />
A 110<br />
B 275<br />
C 1,100<br />
D 2,750<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
20. Sara downloaded songs from four different online music stores. The price of each song from a particular<br />
store was the same. This table shows the number of songs Sara downloaded and the total cost she paid at<br />
each store.<br />
Store Songs Total Cost<br />
Music World 6 $7.92<br />
House of Music 4 $8.28<br />
The Song Shop 7 $8.47<br />
Tooney Tunes 8 $9.92<br />
At which store was the price of a song the least?<br />
A Music World<br />
B House of Music<br />
C The Song Shop<br />
D Tooney Tunes<br />
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Section 3<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
21. Larisa wrote an expression equivalent to the one shown.<br />
4x + 8x + 7 + 4<br />
Which could be the expression Larisa wrote?<br />
A 32x + 28<br />
B 12x 2 + 11<br />
C 12x + 11<br />
D 23x<br />
22. Look at this expression.<br />
7(4x + 2y)<br />
Which of these is an equivalent expression?<br />
A 42x<br />
B 28x + 14y<br />
C 42y<br />
D 28x + 2y<br />
23. Look at this expression.<br />
x 4 + 2x 2 – 6x + 7<br />
What is the value of the expression when x = 3?<br />
A 13<br />
B 19<br />
C 88<br />
D 106<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
24. The school principal ordered 3,500 snack bars for the after-school program. There are 136 middle school<br />
students and 244 elementary school students in the after-school program. If each student in the afterschool<br />
program eats one snack bar each day, which equation represents the number of days, d, there will<br />
be enough snack bars for the students in the after-school program?<br />
A 3500 = 136d – 244d<br />
B d = 3500 – (136 + 244)<br />
C d = 3500 + (136 – 244)<br />
D 3500 = 136d + 244d<br />
25. Look at this inequality.<br />
x > –3<br />
Which number line shows the solution to the inequality?<br />
A C<br />
B D<br />
26. A movie theater can seat 25 people. Let p represent the total number of people. Which inequality<br />
represents p, the number of people the theater can seat?<br />
A 0 > p > 25<br />
B 0 < p < 25<br />
C 0 ≤ p ≤ 25<br />
D 0 ≥ p ≥ 25<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
27. The cost of skating at an ice-skating rink is $11.00 for an adult and $6.50 for a child under the age of 12.<br />
Which equation can be used to find y, the total cost in dollars, to skate at the ice-skating rink for 1 adult<br />
and x children under the age of 12?<br />
A y = 6.50x + 11<br />
B y = 6.50 + 11x<br />
C x = 6.50y + 11<br />
D x = 6.50 + 11y<br />
28. Tina is arranging photographs of the same size in an album. This table shows y, the number of<br />
photographs that can fit on x, the number of album pages.<br />
Number of Pages (x)<br />
Number of Photographs (y)<br />
1 8<br />
2 16<br />
3 24<br />
4 32<br />
Which equation shows the relationship between the number of photographs and the number of album<br />
pages?<br />
A x = 8y<br />
B y = 8x<br />
C x = 8 + y<br />
D y = 8 + x<br />
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Test Name: <strong>Math</strong> <strong>Grade</strong> 7 Baseline Assessment Test ID: 87365<br />
29. This figure is a rectangle with the dimensions given.<br />
If the perimeter of the rectangle is 48 cm, what are the dimensions of the rectangle?<br />
A Length = 18 centimeters<br />
Width = 6 centimeters<br />
B Length = 3 centimeters<br />
Width = 1 centimeter<br />
C Length = 8 centimeters<br />
Width = 6 centimeters<br />
D Length = 12 centimeters<br />
Width = 4 centimeters<br />
30. Darin uses 24 pounds of fertilizer on his farm. He uses a combination of chemical fertilizer and natural<br />
fertilizer. If Darin uses 8 pounds of chemical fertilizer, which set of steps can be used to find n, the<br />
number of pounds of natural fertilizer Darin uses on his farm?<br />
A 8n = 24<br />
n = 3<br />
B 24 – 8 = n<br />
n = 8<br />
C 8 + n = 24<br />
n = 16<br />
D 24 + 8 = n<br />
n = 32<br />
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This is the end of the test.